… We define prime uniserial modules as a generalization of uniserial modules. We say that
an R-module M is prime uniserial (℘-uniserial) if its prime submodules are linearly ordered by …

… of “prime uniserial modules” and “prime serial modules” have … in [Prime uniserial modules
and rings, submitted; Noetherian … R-module M is prime uniserial (℘-uniserial) if any two prime …

… rings have the property that every finitely generated module is ℘-serial?” Most recently, in our
paper, Prime uniserial modules and rings (… in the context of commutative rings. The goal of …

… rings. Some characterizations of Noetherian (resp. Artinian) uniserial and serial modules over
endomorphism rings … PJ ⊆ A ring R is a prime ring if RR is a prime module, ie, 0 is a prime …

… uniserial modules as a generalization of uniserial modules. Recently, the notion of virtually
semisimple modules … Now if R is a torch ring and P its unique minimal prime ideal, then we …

… uniserial modules as nontrivial generalizations of uniserial modules. We recall that an R-…
Assume that R i is a virtually homo-uniserial torch ring with a unique minimal prime ideal P i …

… on the prime spectrum of a commutative ring R and the ring theoretic … -prime spectrum XM
of pseudo-prime submodules of a certain … We recall that an R-module is called uniserial if its …

… almost left uniserial, but is not necessarily a left uniserial ring. Also… uniserial modules as a
generalization of uniserial modules. … rings each of which is either a prime ring or a primary ring. …

… to provide an introduction to module theory and the related part of ring theory. Starting from
a … Having in mind that the prime radical in a commutative ring consists of all the nilpotent …

… FDI-ring to be decomposable into a direct product of prime rings. … We consider the prime
quiver of such rings and describe the … A ring is said to be right (left) uniserial if it is a right (left) …